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RESEARCH PRODUCT

Semimodular Locally Projective Lattices of Rank 4 from v.Staudt’s Point of View

Armin Herzer

subject

CombinatoricsMinkowski planeTranslation planeTangentPoint (geometry)Rank (differential topology)Type (model theory)Projective testProjective geometryMathematics

description

We consider groups of projectivities in a certain kind of lattices called “Spaces”,also comprising the circle planes, and give theorems of v.Staudtian type, which characterize those Spaces which can be represented by a sublattice of a projective geometry of rank 4.

https://doi.org/10.1007/978-94-009-8489-9_14